{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [],
   "source": [
    "# 使用DeepWalk\n",
    "import networkx as nx\n",
    "import random\n",
    "from tqdm import tqdm\n",
    "from sklearn.decomposition import PCA\n",
    "import matplotlib.pyplot as plt"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 读取数据"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<class 'networkx.classes.graph.Graph'>\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "<networkx.classes.graph.Graph at 0x7fcfcc146f10>"
      ]
     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# 数据加载，构造图\n",
    "G = nx.read_gml('football.gml')\n",
    "print(type(G))\n",
    "G"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 数据探索"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "115\n"
     ]
    }
   ],
   "source": [
    "#球队总数\n",
    "print(len(G)) "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "['BrighamYoung', 'FloridaState', 'Iowa', 'KansasState', 'NewMexico', 'TexasTech', 'PennState', 'SouthernCalifornia', 'ArizonaState', 'SanDiegoState', 'Baylor', 'NorthTexas', 'NorthernIllinois', 'Northwestern', 'WesternMichigan', 'Wisconsin', 'Wyoming', 'Auburn', 'Akron', 'VirginiaTech', 'Alabama', 'UCLA', 'Arizona', 'Utah', 'ArkansasState', 'NorthCarolinaState', 'BallState', 'Florida', 'BoiseState', 'BostonCollege', 'WestVirginia', 'BowlingGreenState', 'Michigan', 'Virginia', 'Buffalo', 'Syracuse', 'CentralFlorida', 'GeorgiaTech', 'CentralMichigan', 'Purdue', 'Colorado', 'ColoradoState', 'Connecticut', 'EasternMichigan', 'EastCarolina', 'Duke', 'FresnoState', 'OhioState', 'Houston', 'Rice', 'Idaho', 'Washington', 'Kansas', 'SouthernMethodist', 'Kent', 'Pittsburgh', 'Kentucky', 'Louisville', 'LouisianaTech', 'LouisianaMonroe', 'Minnesota', 'MiamiOhio', 'Vanderbilt', 'MiddleTennesseeState', 'Illinois', 'MississippiState', 'Memphis', 'Nevada', 'Oregon', 'NewMexicoState', 'SouthCarolina', 'Ohio', 'IowaState', 'SanJoseState', 'Nebraska', 'SouthernMississippi', 'Tennessee', 'Stanford', 'WashingtonState', 'Temple', 'Navy', 'TexasA&M', 'NotreDame', 'TexasElPaso', 'Oklahoma', 'Toledo', 'Tulane', 'Mississippi', 'Tulsa', 'NorthCarolina', 'UtahState', 'Army', 'Cincinnati', 'AirForce', 'Rutgers', 'Georgia', 'LouisianaState', 'LouisianaLafayette', 'Texas', 'Marshall', 'MichiganState', 'MiamiFlorida', 'Missouri', 'Clemson', 'NevadaLasVegas', 'WakeForest', 'Indiana', 'OklahomaState', 'OregonState', 'Maryland', 'TexasChristian', 'California', 'AlabamaBirmingham', 'Arkansas', 'Hawaii']\n"
     ]
    }
   ],
   "source": [
    "#都有哪些球队\n",
    "print(G.nodes()) "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "EdgeView([('BrighamYoung', 'FloridaState'), ('BrighamYoung', 'NewMexico'), ('BrighamYoung', 'SanDiegoState'), ('BrighamYoung', 'Wyoming'), ('BrighamYoung', 'Utah'), ('BrighamYoung', 'Virginia'), ('BrighamYoung', 'Syracuse'), ('BrighamYoung', 'ColoradoState'), ('BrighamYoung', 'MississippiState'), ('BrighamYoung', 'UtahState'), ('BrighamYoung', 'AirForce'), ('BrighamYoung', 'NevadaLasVegas'), ('FloridaState', 'NorthCarolinaState'), ('FloridaState', 'Florida'), ('FloridaState', 'Virginia'), ('FloridaState', 'GeorgiaTech'), ('FloridaState', 'Duke'), ('FloridaState', 'Louisville'), ('FloridaState', 'NorthCarolina'), ('FloridaState', 'MiamiFlorida'), ('FloridaState', 'Clemson'), ('FloridaState', 'WakeForest'), ('FloridaState', 'Maryland'), ('Iowa', 'KansasState'), ('Iowa', 'PennState'), ('Iowa', 'Northwestern'), ('Iowa', 'WesternMichigan'), ('Iowa', 'Wisconsin'), ('Iowa', 'OhioState'), ('Iowa', 'Minnesota'), ('Iowa', 'Illinois'), ('Iowa', 'IowaState'), ('Iowa', 'Nebraska'), ('Iowa', 'MichiganState'), ('Iowa', 'Indiana'), ('KansasState', 'TexasTech'), ('KansasState', 'NorthTexas'), ('KansasState', 'BallState'), ('KansasState', 'Colorado'), ('KansasState', 'Kansas'), ('KansasState', 'LouisianaTech'), ('KansasState', 'IowaState'), ('KansasState', 'Nebraska'), ('KansasState', 'TexasA&M'), ('KansasState', 'Oklahoma'), ('KansasState', 'Missouri'), ('NewMexico', 'TexasTech'), ('NewMexico', 'SanDiegoState'), ('NewMexico', 'Wyoming'), ('NewMexico', 'Utah'), ('NewMexico', 'BoiseState'), ('NewMexico', 'ColoradoState'), ('NewMexico', 'NewMexicoState'), ('NewMexico', 'AirForce'), ('NewMexico', 'NevadaLasVegas'), ('NewMexico', 'OregonState'), ('TexasTech', 'Baylor'), ('TexasTech', 'NorthTexas'), ('TexasTech', 'Kansas'), ('TexasTech', 'Nebraska'), ('TexasTech', 'TexasA&M'), ('TexasTech', 'Oklahoma'), ('TexasTech', 'UtahState'), ('TexasTech', 'LouisianaLafayette'), ('TexasTech', 'Texas'), ('TexasTech', 'OklahomaState'), ('PennState', 'SouthernCalifornia'), ('PennState', 'Michigan'), ('PennState', 'Purdue'), ('PennState', 'OhioState'), ('PennState', 'Pittsburgh'), ('PennState', 'LouisianaTech'), ('PennState', 'Minnesota'), ('PennState', 'Illinois'), ('PennState', 'Toledo'), ('PennState', 'MichiganState'), ('PennState', 'Indiana'), ('SouthernCalifornia', 'ArizonaState'), ('SouthernCalifornia', 'UCLA'), ('SouthernCalifornia', 'Arizona'), ('SouthernCalifornia', 'Colorado'), ('SouthernCalifornia', 'Oregon'), ('SouthernCalifornia', 'SanJoseState'), ('SouthernCalifornia', 'Stanford'), ('SouthernCalifornia', 'WashingtonState'), ('SouthernCalifornia', 'NotreDame'), ('SouthernCalifornia', 'OregonState'), ('SouthernCalifornia', 'California'), ('ArizonaState', 'SanDiegoState'), ('ArizonaState', 'UCLA'), ('ArizonaState', 'Arizona'), ('ArizonaState', 'ColoradoState'), ('ArizonaState', 'Washington'), ('ArizonaState', 'Oregon'), ('ArizonaState', 'Stanford'), ('ArizonaState', 'WashingtonState'), ('ArizonaState', 'UtahState'), ('ArizonaState', 'California'), ('SanDiegoState', 'Wyoming'), ('SanDiegoState', 'Arizona'), ('SanDiegoState', 'Utah'), ('SanDiegoState', 'ColoradoState'), ('SanDiegoState', 'Illinois'), ('SanDiegoState', 'AirForce'), ('SanDiegoState', 'NevadaLasVegas'), ('SanDiegoState', 'OregonState'), ('Baylor', 'NorthTexas'), ('Baylor', 'Minnesota'), ('Baylor', 'IowaState'), ('Baylor', 'Nebraska'), ('Baylor', 'TexasA&M'), ('Baylor', 'Oklahoma'), ('Baylor', 'Texas'), ('Baylor', 'Missouri'), ('Baylor', 'OklahomaState'), ('NorthTexas', 'ArkansasState'), ('NorthTexas', 'BoiseState'), ('NorthTexas', 'Idaho'), ('NorthTexas', 'NewMexicoState'), ('NorthTexas', 'UtahState'), ('NorthTexas', 'LouisianaLafayette'), ('NorthTexas', 'NevadaLasVegas'), ('NorthernIllinois', 'Northwestern'), ('NorthernIllinois', 'WesternMichigan'), ('NorthernIllinois', 'Auburn'), ('NorthernIllinois', 'Akron'), ('NorthernIllinois', 'BallState'), ('NorthernIllinois', 'Buffalo'), ('NorthernIllinois', 'CentralFlorida'), ('NorthernIllinois', 'CentralMichigan'), ('NorthernIllinois', 'EasternMichigan'), ('NorthernIllinois', 'Toledo'), ('Northwestern', 'Wisconsin'), ('Northwestern', 'Michigan'), ('Northwestern', 'Purdue'), ('Northwestern', 'Duke'), ('Northwestern', 'Minnesota'), ('Northwestern', 'Illinois'), ('Northwestern', 'MichiganState'), ('Northwestern', 'Indiana'), ('Northwestern', 'TexasChristian'), ('WesternMichigan', 'Wisconsin'), ('WesternMichigan', 'BallState'), ('WesternMichigan', 'CentralMichigan'), ('WesternMichigan', 'EasternMichigan'), ('WesternMichigan', 'Kent'), ('WesternMichigan', 'Ohio'), ('WesternMichigan', 'Toledo'), ('WesternMichigan', 'Marshall'), ('Wisconsin', 'Michigan'), ('Wisconsin', 'Purdue'), ('Wisconsin', 'OhioState'), ('Wisconsin', 'Minnesota'), ('Wisconsin', 'Oregon'), ('Wisconsin', 'Cincinnati'), ('Wisconsin', 'MichiganState'), ('Wisconsin', 'Indiana'), ('Wisconsin', 'Hawaii'), ('Wyoming', 'Auburn'), ('Wyoming', 'Utah'), ('Wyoming', 'CentralMichigan'), ('Wyoming', 'ColoradoState'), ('Wyoming', 'Nevada'), ('Wyoming', 'TexasA&M'), ('Wyoming', 'AirForce'), ('Wyoming', 'NevadaLasVegas'), ('Auburn', 'Alabama'), ('Auburn', 'Florida'), ('Auburn', 'LouisianaTech'), ('Auburn', 'Vanderbilt'), ('Auburn', 'MississippiState'), ('Auburn', 'Mississippi'), ('Auburn', 'Georgia'), ('Auburn', 'LouisianaState'), ('Auburn', 'Arkansas'), ('Akron', 'VirginiaTech'), ('Akron', 'BowlingGreenState'), ('Akron', 'Buffalo'), ('Akron', 'CentralFlorida'), ('Akron', 'CentralMichigan'), ('Akron', 'Connecticut'), ('Akron', 'Kent'), ('Akron', 'MiamiOhio'), ('Akron', 'Ohio'), ('Akron', 'Marshall'), ('VirginiaTech', 'BostonCollege'), ('VirginiaTech', 'WestVirginia'), ('VirginiaTech', 'Virginia'), ('VirginiaTech', 'Syracuse'), ('VirginiaTech', 'CentralFlorida'), ('VirginiaTech', 'EastCarolina'), ('VirginiaTech', 'Pittsburgh'), ('VirginiaTech', 'Temple'), ('VirginiaTech', 'Rutgers'), ('VirginiaTech', 'MiamiFlorida'), ('Alabama', 'UCLA'), ('Alabama', 'CentralFlorida'), ('Alabama', 'Vanderbilt'), ('Alabama', 'MississippiState'), ('Alabama', 'SouthCarolina'), ('Alabama', 'SouthernMississippi'), ('Alabama', 'Tennessee'), ('Alabama', 'Mississippi'), ('Alabama', 'LouisianaState'), ('Alabama', 'Arkansas'), ('UCLA', 'Arizona'), ('UCLA', 'Michigan'), ('UCLA', 'FresnoState'), ('UCLA', 'Washington'), ('UCLA', 'Oregon'), ('UCLA', 'Stanford'), ('UCLA', 'OregonState'), ('UCLA', 'California'), ('Arizona', 'Utah'), ('Arizona', 'OhioState'), ('Arizona', 'Washington'), ('Arizona', 'Oregon'), ('Arizona', 'Stanford'), ('Arizona', 'WashingtonState'), ('Arizona', 'OregonState'), ('Utah', 'ColoradoState'), ('Utah', 'WashingtonState'), ('Utah', 'UtahState'), ('Utah', 'AirForce'), ('Utah', 'NevadaLasVegas'), ('Utah', 'California'), ('ArkansasState', 'NorthCarolinaState'), ('ArkansasState', 'BoiseState'), ('ArkansasState', 'Idaho'), ('ArkansasState', 'Memphis'), ('ArkansasState', 'NewMexicoState'), ('ArkansasState', 'Oklahoma'), ('ArkansasState', 'Mississippi'), ('ArkansasState', 'UtahState'), ('ArkansasState', 'TexasChristian'), ('NorthCarolinaState', 'Virginia'), ('NorthCarolinaState', 'GeorgiaTech'), ('NorthCarolinaState', 'Duke'), ('NorthCarolinaState', 'SouthernMethodist'), ('NorthCarolinaState', 'NorthCarolina'), ('NorthCarolinaState', 'Clemson'), ('NorthCarolinaState', 'WakeForest'), ('NorthCarolinaState', 'Indiana'), ('NorthCarolinaState', 'Maryland'), ('BallState', 'Florida'), ('BallState', 'Buffalo'), ('BallState', 'CentralMichigan'), ('BallState', 'Connecticut'), ('BallState', 'EasternMichigan'), ('BallState', 'MiamiOhio'), ('BallState', 'Toledo'), ('Florida', 'Kentucky'), ('Florida', 'Vanderbilt'), ('Florida', 'MiddleTennesseeState'), ('Florida', 'MississippiState'), ('Florida', 'SouthCarolina'), ('Florida', 'Tennessee'), ('Florida', 'Georgia'), ('Florida', 'LouisianaState'), ('BoiseState', 'CentralMichigan'), ('BoiseState', 'Idaho'), ('BoiseState', 'NewMexicoState'), ('BoiseState', 'WashingtonState'), ('BoiseState', 'UtahState'), ('BoiseState', 'Arkansas'), ('BostonCollege', 'WestVirginia'), ('BostonCollege', 'Syracuse'), ('BostonCollege', 'Connecticut'), ('BostonCollege', 'Pittsburgh'), ('BostonCollege', 'Temple'), ('BostonCollege', 'Navy'), ('BostonCollege', 'NotreDame'), ('BostonCollege', 'Army'), ('BostonCollege', 'Rutgers'), ('BostonCollege', 'MiamiFlorida'), ('WestVirginia', 'Syracuse'), ('WestVirginia', 'EastCarolina'), ('WestVirginia', 'Idaho'), ('WestVirginia', 'Pittsburgh'), ('WestVirginia', 'Temple'), ('WestVirginia', 'NotreDame'), ('WestVirginia', 'Rutgers'), ('WestVirginia', 'MiamiFlorida'), ('WestVirginia', 'Maryland'), ('BowlingGreenState', 'Michigan'), ('BowlingGreenState', 'Buffalo'), ('BowlingGreenState', 'EasternMichigan'), ('BowlingGreenState', 'Kent'), ('BowlingGreenState', 'Pittsburgh'), ('BowlingGreenState', 'MiamiOhio'), ('BowlingGreenState', 'Ohio'), ('BowlingGreenState', 'Temple'), ('BowlingGreenState', 'Toledo'), ('BowlingGreenState', 'Marshall'), ('Michigan', 'Purdue'), ('Michigan', 'OhioState'), ('Michigan', 'Rice'), ('Michigan', 'Illinois'), ('Michigan', 'MichiganState'), ('Michigan', 'Indiana'), ('Virginia', 'GeorgiaTech'), ('Virginia', 'Duke'), ('Virginia', 'NorthCarolina'), ('Virginia', 'Clemson'), ('Virginia', 'WakeForest'), ('Virginia', 'Maryland'), ('Buffalo', 'Syracuse'), ('Buffalo', 'Connecticut'), ('Buffalo', 'Kent'), ('Buffalo', 'MiamiOhio'), ('Buffalo', 'Ohio'), ('Buffalo', 'Rutgers'), ('Buffalo', 'Marshall'), ('Syracuse', 'EastCarolina'), ('Syracuse', 'Pittsburgh'), ('Syracuse', 'Temple'), ('Syracuse', 'Cincinnati'), ('Syracuse', 'Rutgers'), ('Syracuse', 'MiamiFlorida'), ('CentralFlorida', 'GeorgiaTech'), ('CentralFlorida', 'EasternMichigan'), ('CentralFlorida', 'LouisianaTech'), ('CentralFlorida', 'LouisianaMonroe'), ('GeorgiaTech', 'Duke'), ('GeorgiaTech', 'Navy'), ('GeorgiaTech', 'NorthCarolina'), ('GeorgiaTech', 'Georgia'), ('GeorgiaTech', 'Clemson'), ('GeorgiaTech', 'WakeForest'), ('GeorgiaTech', 'Maryland'), ('CentralMichigan', 'Purdue'), ('CentralMichigan', 'EasternMichigan'), ('CentralMichigan', 'Kent'), ('CentralMichigan', 'Ohio'), ('CentralMichigan', 'Toledo'), ('Purdue', 'OhioState'), ('Purdue', 'Kent'), ('Purdue', 'Minnesota'), ('Purdue', 'NotreDame'), ('Purdue', 'MichiganState'), ('Purdue', 'Indiana'), ('Colorado', 'ColoradoState'), ('Colorado', 'Washington'), ('Colorado', 'Kansas'), ('Colorado', 'IowaState'), ('Colorado', 'Nebraska'), ('Colorado', 'TexasA&M'), ('Colorado', 'Texas'), ('Colorado', 'Missouri'), ('Colorado', 'OklahomaState'), ('ColoradoState', 'Nevada'), ('ColoradoState', 'AirForce'), ('ColoradoState', 'NevadaLasVegas'), ('Connecticut', 'EasternMichigan'), ('Connecticut', 'Louisville'), ('Connecticut', 'MiddleTennesseeState'), ('EasternMichigan', 'MiamiOhio'), ('EasternMichigan', 'SouthCarolina'), ('EasternMichigan', 'Temple'), ('EasternMichigan', 'Toledo'), ('EastCarolina', 'Duke'), ('EastCarolina', 'Houston'), ('EastCarolina', 'Louisville'), ('EastCarolina', 'Memphis'), ('EastCarolina', 'SouthernMississippi'), ('EastCarolina', 'Tulane'), ('EastCarolina', 'Army'), ('EastCarolina', 'AlabamaBirmingham'), ('Duke', 'Vanderbilt'), ('Duke', 'NorthCarolina'), ('Duke', 'Clemson'), ('Duke', 'WakeForest'), ('Duke', 'Maryland'), ('FresnoState', 'OhioState'), ('FresnoState', 'Rice'), ('FresnoState', 'SouthernMethodist'), ('FresnoState', 'Nevada'), ('FresnoState', 'SanJoseState'), ('FresnoState', 'TexasElPaso'), ('FresnoState', 'Tulsa'), ('FresnoState', 'TexasChristian'), ('FresnoState', 'California'), ('FresnoState', 'Hawaii'), ('OhioState', 'Minnesota'), ('OhioState', 'MiamiOhio'), ('OhioState', 'Illinois'), ('OhioState', 'MichiganState'), ('Houston', 'Rice'), ('Houston', 'SouthernMethodist'), ('Houston', 'Louisville'), ('Houston', 'Memphis'), ('Houston', 'SouthernMississippi'), ('Houston', 'Tulane'), ('Houston', 'Army'), ('Houston', 'Cincinnati'), ('Houston', 'LouisianaState'), ('Houston', 'Texas'), ('Rice', 'SouthernMethodist'), ('Rice', 'Nevada'), ('Rice', 'SanJoseState'), ('Rice', 'TexasElPaso'), ('Rice', 'Oklahoma'), ('Rice', 'Tulsa'), ('Rice', 'TexasChristian'), ('Rice', 'Hawaii'), ('Idaho', 'Washington'), ('Idaho', 'Oregon'), ('Idaho', 'NewMexicoState'), ('Idaho', 'WashingtonState'), ('Idaho', 'UtahState'), ('Washington', 'Oregon'), ('Washington', 'Stanford'), ('Washington', 'WashingtonState'), ('Washington', 'MiamiFlorida'), ('Washington', 'OregonState'), ('Washington', 'California'), ('Kansas', 'SouthernMethodist'), ('Kansas', 'IowaState'), ('Kansas', 'Nebraska'), ('Kansas', 'Oklahoma'), ('Kansas', 'Texas'), ('Kansas', 'Missouri'), ('Kansas', 'AlabamaBirmingham'), ('SouthernMethodist', 'Nevada'), ('SouthernMethodist', 'SanJoseState'), ('SouthernMethodist', 'TexasElPaso'), ('SouthernMethodist', 'Tulane'), ('SouthernMethodist', 'Tulsa'), ('SouthernMethodist', 'TexasChristian'), ('SouthernMethodist', 'Hawaii'), ('Kent', 'Pittsburgh'), ('Kent', 'MiamiOhio'), ('Kent', 'Ohio'), ('Kent', 'Marshall'), ('Pittsburgh', 'Temple'), ('Pittsburgh', 'NorthCarolina'), ('Pittsburgh', 'Rutgers'), ('Pittsburgh', 'MiamiFlorida'), ('Kentucky', 'Louisville'), ('Kentucky', 'Vanderbilt'), ('Kentucky', 'MississippiState'), ('Kentucky', 'SouthCarolina'), ('Kentucky', 'Tennessee'), ('Kentucky', 'Mississippi'), ('Kentucky', 'Georgia'), ('Kentucky', 'LouisianaState'), ('Kentucky', 'Indiana'), ('Louisville', 'SouthernMississippi'), ('Louisville', 'Tulane'), ('Louisville', 'Army'), ('Louisville', 'Cincinnati'), ('Louisville', 'AlabamaBirmingham'), ('LouisianaTech', 'LouisianaMonroe'), ('LouisianaTech', 'MiddleTennesseeState'), ('LouisianaTech', 'Tulsa'), ('LouisianaTech', 'LouisianaLafayette'), ('LouisianaTech', 'MiamiFlorida'), ('LouisianaTech', 'Hawaii'), ('LouisianaMonroe', 'Minnesota'), ('LouisianaMonroe', 'MiddleTennesseeState'), ('LouisianaMonroe', 'Memphis'), ('LouisianaMonroe', 'Tennessee'), ('LouisianaMonroe', 'LouisianaLafayette'), ('LouisianaMonroe', 'Arkansas'), ('Minnesota', 'Illinois'), ('Minnesota', 'Ohio'), ('Minnesota', 'Indiana'), ('MiamiOhio', 'Vanderbilt'), ('MiamiOhio', 'Ohio'), ('MiamiOhio', 'Cincinnati'), ('MiamiOhio', 'Marshall'), ('Vanderbilt', 'SouthCarolina'), ('Vanderbilt', 'Tennessee'), ('Vanderbilt', 'Mississippi'), ('Vanderbilt', 'Georgia'), ('Vanderbilt', 'WakeForest'), ('MiddleTennesseeState', 'Illinois'), ('MiddleTennesseeState', 'MississippiState'), ('MiddleTennesseeState', 'LouisianaLafayette'), ('MiddleTennesseeState', 'Maryland'), ('MiddleTennesseeState', 'AlabamaBirmingham'), ('Illinois', 'MichiganState'), ('Illinois', 'Indiana'), ('Illinois', 'California'), ('MississippiState', 'Memphis'), ('MississippiState', 'SouthCarolina'), ('MississippiState', 'Mississippi'), ('MississippiState', 'LouisianaState'), ('MississippiState', 'Arkansas'), ('Memphis', 'SouthernMississippi'), ('Memphis', 'Tennessee'), ('Memphis', 'Tulane'), ('Memphis', 'Army'), ('Memphis', 'Cincinnati'), ('Memphis', 'AlabamaBirmingham'), ('Nevada', 'Oregon'), ('Nevada', 'SanJoseState'), ('Nevada', 'TexasElPaso'), ('Nevada', 'Tulsa'), ('Nevada', 'NevadaLasVegas'), ('Nevada', 'TexasChristian'), ('Nevada', 'Hawaii'), ('Oregon', 'WashingtonState'), ('Oregon', 'OregonState'), ('Oregon', 'California'), ('NewMexicoState', 'SouthCarolina'), ('NewMexicoState', 'TexasElPaso'), ('NewMexicoState', 'Tulsa'), ('NewMexicoState', 'UtahState'), ('NewMexicoState', 'Army'), ('NewMexicoState', 'Georgia'), ('SouthCarolina', 'Tennessee'), ('SouthCarolina', 'Georgia'), ('SouthCarolina', 'Clemson'), ('SouthCarolina', 'Arkansas'), ('Ohio', 'IowaState'), ('Ohio', 'Marshall'), ('IowaState', 'Nebraska'), ('IowaState', 'TexasA&M'), ('IowaState', 'Missouri'), ('IowaState', 'NevadaLasVegas'), ('IowaState', 'OklahomaState'), ('SanJoseState', 'Nebraska'), ('SanJoseState', 'Stanford'), ('SanJoseState', 'TexasElPaso'), ('SanJoseState', 'Tulsa'), ('SanJoseState', 'TexasChristian'), ('SanJoseState', 'Hawaii'), ('Nebraska', 'NotreDame'), ('Nebraska', 'Oklahoma'), ('Nebraska', 'Missouri'), ('SouthernMississippi', 'Tennessee'), ('SouthernMississippi', 'Tulane'), ('SouthernMississippi', 'Cincinnati'), ('SouthernMississippi', 'OklahomaState'), ('SouthernMississippi', 'AlabamaBirmingham'), ('Tennessee', 'Georgia'), ('Tennessee', 'LouisianaState'), ('Tennessee', 'Arkansas'), ('Stanford', 'WashingtonState'), ('Stanford', 'NotreDame'), ('Stanford', 'Texas'), ('Stanford', 'OregonState'), ('Stanford', 'California'), ('WashingtonState', 'OregonState'), ('WashingtonState', 'California'), ('Temple', 'Navy'), ('Temple', 'Rutgers'), ('Temple', 'MiamiFlorida'), ('Temple', 'Maryland'), ('Navy', 'NotreDame'), ('Navy', 'Toledo'), ('Navy', 'Tulane'), ('Navy', 'Army'), ('Navy', 'AirForce'), ('Navy', 'Rutgers'), ('Navy', 'WakeForest'), ('Navy', 'TexasChristian'), ('TexasA&M', 'NotreDame'), ('TexasA&M', 'TexasElPaso'), ('TexasA&M', 'Oklahoma'), ('TexasA&M', 'Texas'), ('TexasA&M', 'OklahomaState'), ('NotreDame', 'AirForce'), ('NotreDame', 'Rutgers'), ('NotreDame', 'MichiganState'), ('TexasElPaso', 'Oklahoma'), ('TexasElPaso', 'Tulsa'), ('TexasElPaso', 'TexasChristian'), ('TexasElPaso', 'Hawaii'), ('Oklahoma', 'Texas'), ('Oklahoma', 'OklahomaState'), ('Toledo', 'Marshall'), ('Tulane', 'Mississippi'), ('Tulane', 'Army'), ('Tulane', 'Cincinnati'), ('Tulane', 'LouisianaLafayette'), ('Mississippi', 'Georgia'), ('Mississippi', 'LouisianaState'), ('Mississippi', 'NevadaLasVegas'), ('Mississippi', 'Arkansas'), ('Tulsa', 'NorthCarolina'), ('Tulsa', 'OklahomaState'), ('Tulsa', 'TexasChristian'), ('Tulsa', 'Hawaii'), ('NorthCarolina', 'Marshall'), ('NorthCarolina', 'Clemson'), ('NorthCarolina', 'WakeForest'), ('NorthCarolina', 'Maryland'), ('Army', 'Cincinnati'), ('Army', 'AirForce'), ('Army', 'AlabamaBirmingham'), ('Cincinnati', 'Indiana'), ('Cincinnati', 'AlabamaBirmingham'), ('AirForce', 'NevadaLasVegas'), ('Rutgers', 'MiamiFlorida'), ('Georgia', 'Arkansas'), ('LouisianaState', 'AlabamaBirmingham'), ('LouisianaState', 'Arkansas'), ('LouisianaLafayette', 'Texas'), ('LouisianaLafayette', 'AlabamaBirmingham'), ('Texas', 'Missouri'), ('Texas', 'OklahomaState'), ('Marshall', 'MichiganState'), ('MichiganState', 'Missouri'), ('Missouri', 'Clemson'), ('Missouri', 'OklahomaState'), ('Clemson', 'WakeForest'), ('Clemson', 'Maryland'), ('NevadaLasVegas', 'Hawaii'), ('WakeForest', 'Maryland'), ('OregonState', 'California'), ('TexasChristian', 'Hawaii')])"
      ]
     },
     "execution_count": 24,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#都有哪些比赛\n",
    "G.edges()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 以DeepWalk的方式构建graph模型"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "['EastCarolina', 'VirginiaTech', 'BostonCollege', 'Rutgers', 'Syracuse', 'Pittsburgh', 'MiamiFlorida', 'LouisianaTech', 'MiddleTennesseeState', 'Maryland']\n"
     ]
    }
   ],
   "source": [
    "def get_randomwalk(node, path_length):\n",
    "    \"\"\" \n",
    "    随机游走\n",
    "    input: 将节点和被遍历的路径的长度作为输入\n",
    "    output: 返回遍历节点的顺序:\n",
    "    \"\"\"\n",
    "    random_walk = [node]\n",
    "    for i in range(path_length-1):\n",
    "        temp = list(G.neighbors(node))\n",
    "        temp = list(set(temp) - set(random_walk))    \n",
    "        if len(temp) == 0:\n",
    "            break\n",
    "        random_node = random.choice(temp)\n",
    "        random_walk.append(random_node)\n",
    "        node = random_node        \n",
    "    return random_walk\n",
    "print(get_randomwalk('EastCarolina', 10))#EastCarolina最近的10支队伍"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "['BrighamYoung',\n",
       " 'FloridaState',\n",
       " 'Iowa',\n",
       " 'KansasState',\n",
       " 'NewMexico',\n",
       " 'TexasTech',\n",
       " 'PennState',\n",
       " 'SouthernCalifornia',\n",
       " 'ArizonaState',\n",
       " 'SanDiegoState']"
      ]
     },
     "execution_count": 26,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# 从图获取所有节点的列表\n",
    "all_nodes = list(G.nodes())\n",
    "all_nodes[:10]#只打印前10个 否则上传到gitee上面 页面太长"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "100%|██████████| 115/115 [00:00<00:00, 1604.00it/s]"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[['BrighamYoung', 'Syracuse', 'Buffalo', 'Kent', 'Marshall', 'Toledo', 'EasternMichigan', 'CentralFlorida', 'LouisianaTech', 'MiddleTennesseeState'], ['BrighamYoung', 'SanDiegoState', 'Utah', 'NewMexico', 'OregonState', 'California', 'WashingtonState', 'ArizonaState', 'ColoradoState', 'Colorado'], ['BrighamYoung', 'Wyoming', 'ColoradoState', 'SanDiegoState', 'Illinois', 'MiddleTennesseeState', 'LouisianaTech', 'Hawaii', 'SanJoseState', 'FresnoState'], ['BrighamYoung', 'MississippiState', 'SouthCarolina', 'NewMexicoState', 'Georgia', 'Kentucky', 'Louisville', 'Army', 'Houston', 'SouthernMethodist'], ['BrighamYoung', 'NevadaLasVegas', 'IowaState', 'Kansas', 'SouthernMethodist', 'Tulsa', 'Rice', 'Nevada', 'FresnoState', 'UCLA'], ['FloridaState', 'Virginia', 'Maryland', 'WakeForest', 'Duke', 'NorthCarolina', 'Pittsburgh', 'MiamiFlorida', 'WestVirginia', 'Idaho'], ['FloridaState', 'Duke', 'Northwestern', 'Iowa', 'Nebraska', 'NotreDame', 'WestVirginia', 'Rutgers', 'VirginiaTech', 'Virginia'], ['FloridaState', 'Duke', 'WakeForest', 'Clemson', 'SouthCarolina', 'Tennessee', 'Kentucky', 'LouisianaState', 'Houston', 'Army'], ['FloridaState', 'Virginia', 'Maryland', 'Clemson', 'NorthCarolina', 'Marshall', 'Kent', 'Ohio', 'WesternMichigan', 'BallState'], ['FloridaState', 'Virginia', 'BrighamYoung', 'UtahState', 'Utah', 'WashingtonState', 'Arizona', 'UCLA', 'Stanford', 'California']]\n",
      "575\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    }
   ],
   "source": [
    "# 捕获数据集中所有节点的随机游走序列\n",
    "random_walks = []\n",
    "for n in tqdm(all_nodes):\n",
    "    # 每个节点游走5次，每次最长距离为10\n",
    "    for i in range(5):\n",
    "        random_walks.append(get_randomwalk(n,10))\n",
    "# 输出随机游走序列，及序列个数\n",
    "print(random_walks[:10])#只打印前10个 否则上传到gitee上面 页面太长\n",
    "print(len(random_walks))        "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 采用skip-gram方式构造和训练模型"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Word2Vec(vocab=115, size=100, alpha=0.03)\n"
     ]
    }
   ],
   "source": [
    "# 使用skip-gram，提取模型学习到的权重\n",
    "from gensim.models import Word2Vec\n",
    "import warnings\n",
    "warnings.filterwarnings('ignore')\n",
    "\n",
    "# 训练skip-gram (word2vec)模型\n",
    "model = Word2Vec(window = 4, sg = 1, hs = 0,\n",
    "                 negative = 10, # 负采样\n",
    "                 alpha=0.03, min_alpha=0.0007,\n",
    "                 seed = 14)\n",
    "# 从random_walks中创建词汇表\n",
    "model.build_vocab(random_walks, progress_per=2)\n",
    "model.train(random_walks, total_examples = model.corpus_count, epochs=20, report_delay=1)\n",
    "print(model)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[('AlabamaBirmingham', 0.9412813782691956), ('SouthernMississippi', 0.9356606602668762), ('Army', 0.933544397354126), ('Tulane', 0.9206315875053406), ('MiddleTennesseeState', 0.9155948758125305), ('Louisville', 0.9144236445426941), ('Memphis', 0.885708749294281), ('Cincinnati', 0.8802650570869446), ('VirginiaTech', 0.867936372756958), ('BostonCollege', 0.8524135947227478)]\n"
     ]
    }
   ],
   "source": [
    "# 输出和EastCarolina相似的球队\n",
    "print(model.similar_by_word('EastCarolina'))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 可视化"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x648 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# 在二维空间中绘制所选节点的向量\n",
    "def plot_nodes(word_list):\n",
    "    # 每个节点的embedding为100维\n",
    "    X = model[word_list]\n",
    "    #print(type(X))\n",
    "    # 将100维向量减少到2维\n",
    "    pca = PCA(n_components=2)\n",
    "    result = pca.fit_transform(X) \n",
    "    #print(result)\n",
    "    # 绘制节点向量\n",
    "    plt.figure(figsize=(12,9))\n",
    "    # 创建一个散点图的投影\n",
    "    plt.scatter(result[:, 0], result[:, 1])\n",
    "    for i, word in enumerate(word_list):\n",
    "        plt.annotate(word, xy=(result[i, 0], result[i, 1]))\n",
    "    plt.show()\n",
    "# 将所有的球队embedding进行绘制\n",
    "plot_nodes(model.wv.vocab)"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.7.6"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}
